Pathological dry skin is a disturbing and intractable healthcare burden,characterized by epithelial hyperplasia and severe itch.Atopic dermatitis(AD)and psoriasis models with complications of dry skin have been studie...Pathological dry skin is a disturbing and intractable healthcare burden,characterized by epithelial hyperplasia and severe itch.Atopic dermatitis(AD)and psoriasis models with complications of dry skin have been studied using single-cell RNA sequencing(scRNA-seq).However,scRNA-seq analysis of the dry skin mouse model(acetone/ether/water(AEW)-treated model)is still lacking.Here,we used scRNA-seq and in situ hybridization to identify a novel proliferative basal cell(PBC)state that exclusively expresses transcription factor CUT-like homeobox 1(Cux1).Further in vitro study demonstrated that Cux1 is vital for keratinocyte proliferation by regulating a series of cyclin-dependent kinases(CDKs)and cyclins.Clinically,Cux1+PBCs were increased in patients with psoriasis,suggesting that Cux1+PBCs play an important part in epidermal hyperplasia.This study presents a systematic knowledge of the transcriptomic changes in a chronic dry skin mouse model,as well as a potential therapeutic target against dry skin-related dermatoses.展开更多
Systems describing the dynamics of proliferative and quiescent cells are commonly used as computational models, for instance for tumor growth and hematopoiesis.Focusing on the very earliest stages of hematopoiesis, st...Systems describing the dynamics of proliferative and quiescent cells are commonly used as computational models, for instance for tumor growth and hematopoiesis.Focusing on the very earliest stages of hematopoiesis, stem cells and early progenitors, the authors introduce a new method, based on an energy/Lyapunov functional to analyze the long time behavior of solutions. Compared to existing works, the method in this paper has the advantage that it can be extended to more complex situations. The authors treat a system with space variable and diffusion, and then adapt the energy functional to models with three equations.展开更多
基金supported by Technological Innovation 2030-Major Projects of Brain Science and Brain-like Research(Grant No.:2022zD0206200)the Natural Science Foundation of China(Grant Nos.:31872796,82030108 to W.Yang,32071102 to P.Yu)+3 种基金the National Major Special Project on New Drug Innovation of China(Grant No.:2018ZX09711001-004-005)the key research and development program of Ningxia Hui Autonomous Region(Grant No.:2019BFH02003)Fundamental Research Funds for the Central Universities of China(Grant No.:2016QNA7002 to P.Yu)Zhejiang Provincial Natural Science Foundation(Grant No.:LR16H090001 to W.Yang).
文摘Pathological dry skin is a disturbing and intractable healthcare burden,characterized by epithelial hyperplasia and severe itch.Atopic dermatitis(AD)and psoriasis models with complications of dry skin have been studied using single-cell RNA sequencing(scRNA-seq).However,scRNA-seq analysis of the dry skin mouse model(acetone/ether/water(AEW)-treated model)is still lacking.Here,we used scRNA-seq and in situ hybridization to identify a novel proliferative basal cell(PBC)state that exclusively expresses transcription factor CUT-like homeobox 1(Cux1).Further in vitro study demonstrated that Cux1 is vital for keratinocyte proliferation by regulating a series of cyclin-dependent kinases(CDKs)and cyclins.Clinically,Cux1+PBCs were increased in patients with psoriasis,suggesting that Cux1+PBCs play an important part in epidermal hyperplasia.This study presents a systematic knowledge of the transcriptomic changes in a chronic dry skin mouse model,as well as a potential therapeutic target against dry skin-related dermatoses.
基金supported by the European Research Council(ERC) under the European Union’s Horizon 2020 Research and Innovation Programme(No.740623)
文摘Systems describing the dynamics of proliferative and quiescent cells are commonly used as computational models, for instance for tumor growth and hematopoiesis.Focusing on the very earliest stages of hematopoiesis, stem cells and early progenitors, the authors introduce a new method, based on an energy/Lyapunov functional to analyze the long time behavior of solutions. Compared to existing works, the method in this paper has the advantage that it can be extended to more complex situations. The authors treat a system with space variable and diffusion, and then adapt the energy functional to models with three equations.